On state-space realization of Bezout factorizations in singular systems

Zhiwei Gao; Daniel W. C. Ho

On state-space realization of Bezout factorizations in singular systems

Zhiwei Gao, Daniel W. C. Ho

Research output: Contribution to journal › Article › peer-review

2 Citations (Scopus)

Abstract

Based on reduced-order causal observer-based controllers for singular systems, a new state-space realization of Bezout factorization composed of all proper stable transfer functions is established. The resulting parametrization of all causal properly stabilizing controllers is characterized. The relationships among the Bezout factorization in the present paper and the previous results are also discussed, which give explicit formulae of computing one from another. Keywords.

Original language	English
Pages (from-to)	387
Journal	Dynamics of continuous discrete and compulsive systems series A
Volume	13
Issue number	3/4
Publication status	Published - 2006

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abstract = "Based on reduced-order causal observer-based controllers for singular systems, a new state-space realization of Bezout factorization composed of all proper stable transfer functions is established. The resulting parametrization of all causal properly stabilizing controllers is characterized. The relationships among the Bezout factorization in the present paper and the previous results are also discussed, which give explicit formulae of computing one from another. Keywords.",

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AB - Based on reduced-order causal observer-based controllers for singular systems, a new state-space realization of Bezout factorization composed of all proper stable transfer functions is established. The resulting parametrization of all causal properly stabilizing controllers is characterized. The relationships among the Bezout factorization in the present paper and the previous results are also discussed, which give explicit formulae of computing one from another. Keywords.

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On state-space realization of Bezout factorizations in singular systems

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